By: Josiah Royce

By: Friedrich Maria Urban

By: Sal Khan, Monterey Institute for Technology and Education

Deductive Reasoning 1

An assortment of concepts in math that help us deal with sequences and proofs. You will hear the words deductive reasoning and inductive reasoning throughout your life. This very optional tutorial will give you context for what these mean.

By: Sal Khan, Monterey Institute for Technology and Education

Deductive Reasoning 3

An assortment of concepts in math that help us deal with sequences and proofs. You will hear the words deductive reasoning and inductive reasoning throughout your life. This very optional tutorial will give you context for what these mean.

By: Sal Khan

Inductive Reasoning 1

An assortment of concepts in math that help us deal with sequences and proofs. You will hear the words deductive reasoning and inductive reasoning throughout your life. This very optional tutorial will give you context for what these mean.

By: Sal Khan, Monterey Institute for Technology and Education

Inductive Reasoning 3

An assortment of concepts in math that help us deal with sequences and proofs. You will hear the words deductive reasoning and inductive reasoning throughout your life. This very optional tutorial will give you context for what these mean.

By: Sal Khan, Monterey Institute for Technology and Education

Deductive Reasoning 2

An assortment of concepts in math that help us deal with sequences and proofs. You will hear the words deductive reasoning and inductive reasoning throughout your life. This very optional tutorial will give you context for what these mean.

By: Sal Khan, Monterey Institute for Technology and Education

Inductive Reasoning 2

An assortment of concepts in math that help us deal with sequences and proofs. You will hear the words deductive reasoning and inductive reasoning throughout your life. This very optional tutorial will give you context for what these mean.

By: T. P. Skinner

Technical Reference Publication

Excerpt: At the last network meeting, the question of logical and physical message distinctions was raised. An argument was made in favor of never running two logical messages together as one or more physical messages. Another method of stating this is that a logical message must begin on a physical message boundary. This did not, however, solve the problem of locating the end of a logical message. A rather poor technique was suggested by myself which consisted of using ...

By: N. Neigus

Technical Reference Publication

Excerpt: Attached is the logical map of the network as of December 30, 1972. The ovals indicate the host computers that we think are connected to each IMP, with the double oval implying an interface. If there are any errors in the map or if your status vis-a-vis connected hosts, is going to change within the next few months, please contact...

By: N. Neigus

Technical Reference Publication

Excerpt: Attached is the logical map of the network as of December 30, 1972. The ovals indicate the host computers that we think are connected to each IMP, with the double oval implying an interface. If there are any errors in the map or if your status vis-a-vis connected hosts, is going to change within the next few months, please contact...

On Campus News every month from the world of academia Logical learning in logistics by Maggie Tang With much of the enormous product outflow from the South China factory belt passing through, Hong Kong is recognised as a world-class logistics hub. This is a natural follow-on to its long-held position as the globe's busiest container port and international cargo handling centre. "I am optimistic about the future of Hong Kong's logistics industry, specially in the sector o...